Health & Fitness Tools
100% Client-Side 100% client-side calculation. Your data never leaves your browser.

Running Pace & Race Time Predictor

Predict 5K, 10K, Half Marathon, and Marathon race finish times using Riegel formula

ℹ️
Informational Athletic & Pacing Estimates: Calculations (Riegel endurance formula, ACSM metabolic equations, Karvonen heart rate zones) provide mathematical training benchmarks. Individual athletic performance is influenced by environmental temperature, hydration, elevation, biomechanics, and cardiovascular health. Warm up properly before high-intensity workouts.

Recent Benchmark Race

Hours
Mins
Secs
Peter Riegel Endurance Model
T₂ = T₁ · (D₂ / D₁)^1.06 fatigue coefficient
1 Mile
Pace: 4:35/km (7:22/mi)
7:22
1.60934 km
5K Run
Pace: 4:54/km (7:53/mi)
24:30
5 km
10K Run
Pace: 5:06/km (8:13/mi)
51:05
10 km
10 Miles (16.1 km)
Pace: 5:15/km (8:28/mi)
1:24:35
16.0934 km
Half Marathon (21.1 km)
Pace: 5:21/km (8:36/mi)
1:52:42
21.0975 km
Full Marathon (42.2 km)
Pace: 5:34/km (8:58/mi)
3:54:59
42.195 km
50K Ultramarathon
Pace: 5:38/km (9:03/mi)
4:41:18
50 km

About Running Pace & Race Time Predictor

Predict finish times and required paces across 5K, 10K, Half Marathon (21.1 km), and Full Marathon (42.2 km) based on a recent benchmark race time using Peter Riegel's physiological endurance formula.

Key Capabilities & Features

  • Peter Riegel endurance formula (T2 = T1 × (D2 / D1)^1.06) predicting multi-distance finish times
  • Generates predicted finish times and required paces (min/km and min/mile) for 5K, 10K, Half Marathon, and Marathon
  • Supports custom benchmark race distances and times
  • One-click export of complete race prediction table

How to Use Running Pace & Race Time Predictor

1

Choose Benchmark Race

Select a race distance you have recently completed (e.g. 5K or 10K).

2

Enter Finish Time

Input your actual chip finish time.

3

Review Predictions

Examine predicted times and target pacing for longer distances.

Privacy & In-Browser Execution Guarantee

100% client-side calculation. Your data never leaves your browser.

Frequently Asked Questions

What is Peter Riegel's formula?

Developed in 1977 by research engineer Peter Riegel, T2 = T1 × (D2 / D1)^1.06 models cardiovascular endurance decay over distance and is utilized by major athletic organizations worldwide.

Does the formula assume proper endurance training?

Yes. The Riegel formula assumes the athlete has completed aerobic mileage and long runs appropriate for the target distance.